{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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uAAApCV0AAFISugAApCR0AQBISegCAJCS0AUAICWhCwBASkIXAICUhC4AACkJXQAAUhK6AACkJHQBAEhJ6AIAkFK/QnfFihUxYcKEqK2tjaampti4ceNpHffSSy9FdXV1fO5zn+vPywIAwGkrO3TXrVsXixYtiqVLl0ZHR0fMnDkzZs2aFZ2dnac87tChQzF37tz467/+634vFgAATldVURRFOQdMmzYtrrzyyli5cmXv2KRJk2L27NmxfPnyDz3uK1/5Slx22WUxfPjwePbZZ2Pbtm19zuvu7o76+vo4dOhQ1NXVlbM0AADOQZXqv7LO6B45ciS2bt0azc3NJePNzc2xefPmDz3usccei507d8a9997bv1UCAECZqsuZfODAgTh27Fg0NDSUjDc0NMS+ffv6POY3v/lN3H333bFx48aorj79l+vu7i55XlNTEzU1NeUsFwCAs1BPT0/09PT0Pv9g9w2Ufn0YraqqquR5URQnjUVEHDt2LG699da4//774/LLLy/rNRobG6O+vr73carLIgAAOHcsX768pPMaGxsr8jplXaN75MiRGDVqVKxfvz5uvvnm3vGFCxfGtm3bYsOGDSXz33zzzfiTP/mTGD58eO/Y8ePHoyiKGD58eLzwwgtxzTXXlBxz4hqNPXv2lFyj4YwuAEAOfZ3RbWxsHPBrdMu6dGHkyJHR1NQU7e3tJaHb3t4eX/rSl06aX1dXF7/61a9KxlasWBH/8R//EU8++WRMmDDhQ1+rrq7Oh9EAABIarBOYZYVuRERra2vcdtttMWXKlJg+fXr8+Mc/js7OzmhpaYmIiCVLlsRvf/vb+OlPfxrDhg2LyZMnlxx/8cUXR21t7UnjAAAwkMoO3Tlz5sTBgwdj2bJl0dXVFZMnT462trYYN25cRER0dXV95D11AQCg0sq+j26luY8uAMDQclbcRxcAAM4VQhcAgJSELgAAKQldAABSEroAAKQkdAEASEnoAgCQktAFACAloQsAQEpCFwCAlIQuAAApCV0AAFISugAApCR0AQBISegCAJCS0AUAICWhCwBASkIXAICUhC4AACkJXQAAUhK6AACkJHQBAEhJ6AIAkJLQBQAgJaELAEBKQhcAgJSELgAAKQldAABSEroAAKQkdAEASEnoAgCQktAFACAloQsAQEpCFwCAlIQuAAApCV0AAFISugAApCR0AQBISegCAJCS0AUAICWhCwBASkIXAICUhC4AACkJXQAAUhK6AACkJHQBAEhJ6AIAkJLQBQAgJaELAEBKQhcAgJSELgAAKQldAABSEroAAKQkdAEASEnoAgCQktAFACAloQsAQEpCFwCAlIQuAAApCV0AAFISugAApCR0AQBISegCAJCS0AUAICWhCwBASkIXAICUhC4AACkJXQAAUhK6AACkJHQBAEhJ6AIAkJLQBQAgJaELAEBKQhcAgJSELgAAKQldAABSEroAAKQkdAEASEnoAgCQktAFACAloQsAQEpCFwCAlIQuAAApCV0AAFISugAApNSv0F2xYkVMmDAhamtro6mpKTZu3Pihc59++um47rrr4hOf+ETU1dXF9OnT4+c//3m/FwwAAKej7NBdt25dLFq0KJYuXRodHR0xc+bMmDVrVnR2dvY5/8UXX4zrrrsu2traYuvWrfGFL3whbrzxxujo6DjjxQMAwIepKoqiKOeAadOmxZVXXhkrV67sHZs0aVLMnj07li9fflo/47Of/WzMmTMn7rnnnpP+rLu7O+rr6+PQoUNRV1dXztIAADgHVar/yjqje+TIkdi6dWs0NzeXjDc3N8fmzZtP62ccP348Dh8+HBdccEE5Lw0AAGWpLmfygQMH4tixY9HQ0FAy3tDQEPv27Tutn/G9730v3n777bjllltOOa+7u7vkeU1NTdTU1JSzXAAAzkI9PT3R09PT+/yD3TdQ+vVhtKqqqpLnRVGcNNaXJ554Iu67775Yt25dXHzxxaec29jYGPX19b2P070sAgCAs9vy5ctLOq+xsbEir1PWGd2LLroohg8fftLZ2/379590lveD1q1bF/PmzYv169fHtdde+5GvtWfPnpJrNJzNBQDIYcmSJdHa2tr7vLu7uyKxW9YZ3ZEjR0ZTU1O0t7eXjLe3t8eMGTM+9Lgnnngi7rjjjnj88cfjhhtuOK3XqqurK3kIXQCAHGpqak5qvUoo64xuRERra2vcdtttMWXKlJg+fXr8+Mc/js7OzmhpaYmI9wv9t7/9bfz0pz+NiPcjd+7cufH9738/Pv/5z/eeDT7vvPOivr5+AN8KAAD8f2WH7pw5c+LgwYOxbNmy6OrqismTJ0dbW1uMGzcuIiK6urpK7qn7ox/9KI4ePRrf+MY34hvf+Ebv+O233x5r1qw583cAAAB9KPs+upXmProAAEPLWXEfXQAAOFcIXQAAUhK6AACkJHQBAEhJ6AIAkJLQBQAgJaELAEBKQhcAgJSELgAAKQldAABSEroAAKQkdAEASEnoAgCQktAFACAloQsAQEpCFwCAlIQuAAApCV0AAFISugAApCR0AQBISegCAJCS0AUAICWhCwBASkIXAICUhC4AACkJXQAAUhK6AACkJHQBAEhJ6AIAkJLQBQAgJaELAEBKQhcAgJSELgAAKQldAABSEroAAKQkdAEASEnoAgCQktAFACAloQsAQEpCFwCAlIQuAAApCV0AAFISugAApCR0AQBISegCAJCS0AUAICWhCwBASkIXAICUhC4AACkJXQAAUhK6AACkJHQBAEhJ6AIAkJLQBQAgJaELAEBKQhcAgJSELgAAKQldAABSEroAAKQkdAEASEnoAgCQktAFACAloQsAQEpCFwCAlIQuAAApCV0AAFISugAApCR0AQBISegCAJCS0AUAICWhCwBASkIXAICUhC4AACkJXQAAUhK6AACkJHQBAEhJ6AIAkJLQBQAgJaELAEBKQhcAgJSELgAAKQldAABSEroAAKQkdAEASEnoAgCQUr9Cd8WKFTFhwoSora2Npqam2Lhx4ynnb9iwIZqamqK2tjYmTpwYjzzyyIfO7enpKfkvQ0tPT0/cd9999n+Isv9Dm/0f2uz/0Fap/is7dNetWxeLFi2KpUuXRkdHR8ycOTNmzZoVnZ2dfc7fvXt3XH/99TFz5szo6OiIb33rW7FgwYJ46qmn+pwvdIe2np6euP/+++3/EGX/hzb7P7TZ/6HtrAndBx54IObNmxfz58+PSZMmxYMPPhiNjY2xcuXKPuc/8sgj8alPfSoefPDBmDRpUsyfPz+++tWvxr/+67+e8eIBAODDlBW6R44cia1bt0Zzc3PJeHNzc2zevLnPY15++eWT5n/xi1+MLVu2xHvvvVfmcgEA4PRUlzP5wIEDcezYsWhoaCgZb2hoiH379vV5zL59+/qcf/To0Thw4ECMHj265M+KooiIiK6urpLxmpqaqKmpKWe5nIO6u7tL/svQYv+HNvs/tNn/oaWnp6fkMoUT3XeiAwdKWaF7QlVVVcnzoihOGvuo+X2NR0TvWd6pU6f2Z2kk0djY+HEvgY+R/R/a7P/QZv+HtoH+1/6yQveiiy6K4cOHn3T2dv/+/SedtT3hk5/8ZJ/zq6ur48ILLzxp/vjx42Pnzp0xYsSIkhB2RhcAIIcPntEtiiLee++9GD9+/IC+TlmhO3LkyGhqaor29va4+eabe8fb29vjS1/6Up/HTJ8+PX72s5+VjL3wwgsxZcqUGDFixEnzhw0bFhMnTixnWQAAcJKy77rQ2toajz76aKxevTp27NgRixcvjs7OzmhpaYmIiCVLlsTcuXN757e0tMRrr70Wra2tsWPHjli9enWsWrUq7rrrroF7FwAA8AFlX6M7Z86cOHjwYCxbtiy6urpi8uTJ0dbWFuPGjYuI9y8m/sN76k6YMCHa2tpi8eLF8fDDD8eYMWPioYceii9/+csD9y4AAOADqoqB/ngbAACcBfr1FcBnqpJfIczZr5z9f/rpp+O6666LT3ziE1FXVxfTp0+Pn//854O4WgZaub//J7z00ktRXV0dn/vc5yq7QCqq3P3v6emJpUuXxrhx46KmpiYuvfTSWL169SCtloFW7v6vXbs2rrjiihg1alSMHj067rzzzjh48OAgrZaB8uKLL8aNN94YY8aMiaqqqnj22Wc/8pgBa79ikP3bv/1bMWLEiOInP/lJsX379mLhwoXF+eefX7z22mt9zt+1a1cxatSoYuHChcX27duLn/zkJ8WIESOKJ598cpBXzkAod/8XLlxYfOc73yl+8YtfFK+88kqxZMmSYsSIEcUvf/nLQV45A6Hc/T/hzTffLCZOnFg0NzcXV1xxxeAslgHXn/2/6aabimnTphXt7e3F7t27i//5n/8pXnrppUFcNQOl3P3fuHFjMWzYsOL73/9+sWvXrmLjxo3FZz/72WL27NmDvHLOVFtbW7F06dLiqaeeKiKieOaZZ045fyDbb9BDd+rUqUVLS0vJ2Kc//eni7rvv7nP+P/7jPxaf/vSnS8a+9rWvFZ///OcrtkYqp9z978tnPvOZ4v777x/opTEI+rv/c+bMKf75n/+5uPfee4XuOazc/f/3f//3or6+vjh48OBgLI8KK3f//+Vf/qWYOHFiydhDDz1UjB07tmJrpPJOJ3QHsv0G9dIFXyE8tPVn/z/o+PHjcfjw4bjgggsqsUQqqL/7/9hjj8XOnTvj3nvvrfQSqaD+7P9zzz0XU6ZMie9+97txySWXxOWXXx533XVX/P73vx+MJTOA+rP/M2bMiL1790ZbW1sURRFvvPFGPPnkk3HDDTcMxpL5GA1k+/Xrm9H6azC+QpizV3/2/4O+973vxdtvvx233HJLJZZIBfVn/3/zm9/E3XffHRs3bozq6kH964oB1p/937VrV2zatClqa2vjmWeeiQMHDsTXv/71+N3vfuc63XNMf/Z/xowZsXbt2pgzZ068++67cfTo0bjpppviBz/4wWAsmY/RQLbfx/JhtEp+hTBnv3L3/4Qnnngi7rvvvli3bl1cfPHFlVoeFXa6+3/s2LG49dZb4/7774/LL798sJZHhZXz+3/8+PGoqqqKtWvXxtSpU+P666+PBx54INasWeOs7jmqnP3fvn17LFiwIO65557YunVrPP/887F79+7e+/aT20C136CeIhmMrxDm7NWf/T9h3bp1MW/evFi/fn1ce+21lVwmFVLu/h8+fDi2bNkSHR0d8Xd/93cR8X74FEUR1dXV8cILL8Q111wzKGvnzPXn93/06NFxySWXRH19fe/YpEmToiiK2Lt3b1x22WUVXTMDpz/7v3z58rjqqqvim9/8ZkRE/Pmf/3mcf/75MXPmzPj2t7/tX3QTG8j2G9Qzun/4FcJ/qL29PWbMmNHnMdOnTz9p/qm+QpizV3/2P+L9M7l33HFHPP74467NOoeVu/91dXXxq1/9KrZt29b7aGlpiT/7sz+Lbdu2xbRp0wZr6QyA/vz+X3XVVfH666/HW2+91Tv2yiuvxLBhw2Ls2LEVXS8Dqz/7/84778SwYaWZMnz48Ij4/2f3yGlA26/sj6+doRO3F1m1alWxffv2YtGiRcX5559fvPrqq0VRFMXdd99d3Hbbbb3zT9xiYvHixcX27duLVatWub3YOazc/X/88ceL6urq4uGHHy66urp6H2+++ebH9RY4A+Xu/we568K5rdz9P3z4cDF27Njib/7mb4pf//rXxYYNG4rLLrusmD9//sf1FjgD5e7/Y489VlRXVxcrVqwodu7cWWzatKmYMmVKMXXq1I/rLdBPhw8fLjo6OoqOjo4iIooHHnig6Ojo6L21XCXbb9BDtyiK4uGHHy7GjRtXjBw5srjyyiuLDRs29P7Z7bffXlx99dUl8//rv/6r+Iu/+Iti5MiRxfjx44uVK1cO8ooZSOXs/9VXX11ExEmP22+/ffAXzoAo9/f/Dwndc1+5+79jx47i2muvLc4777xi7NixRWtra/HOO+8M8qoZKOXu/0MPPVR85jOfKc4777xi9OjRxd/+7d8We/fuHeRVc6b+8z//85T/L69k+/kKYAAAUvpY7roAAACVJnQBAEhJ6AIAkJLQBQAgJaELAEBKQhcAgJSELgAAKQldAABSEroAAKQkdAEASEnoAgCQ0v8D3HZGntGHsAkAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import mpl_toolkits.axisartist as AA\n",
    "fig = plt.figure()\n",
    "ax=fig.add_axes([0, 0, 1, 1], axes_class=AA.Axes)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "ax=fig.add_axes([0, 0, 1, 1], axes_class=AA.Axes)\n",
    "ax.axis[\"right\"].set_visible(False)\n",
    "ax.axis[\"top\"].set_visible(False)\n",
    "#ax.axis[\"bottom\",\"left\"].set_visible(False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "ax=fig.add_axes([0, 0, 1, 1], axes_class=AA.Axes)\n",
    "ax.axis[\"y=0\"] = ax.new_floating_axis(nth_coord=0, value=0.5)\n",
    "ax.axis[\"y=0\"].set_visible(True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "ax=fig.add_axes([0, 0, 1, 1], axes_class=AA.Axes)\n",
    "ax.axis[\"right1\"] = ax.new_fixed_axis(loc=\"right\", offset=(50,0))\n",
    "# ax.axis[\"right1\"].set_visible(False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "ax=fig.add_axes([0, 0, 1, 1], axes_class=AA.Axes)\n",
    "ax.axis[\"right\"].set_visible(False)\n",
    "ax.axis[\"top\"].set_visible(False)\n",
    "ax.axis[\"left\"].major_ticklabels.set_color(\"red\")\n",
    "ax.axis[\"bottom\"].major_ticklabels.set_color((0,0.5,0))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "ax=fig.add_axes([0, 0, 1, 1], axes_class=AA.Axes)\n",
    "ax.axis[\"right\"].set_visible(False)\n",
    "ax.axis[\"top\"].set_visible(False)\n",
    "ax.axis[\"left\"].major_ticklabels.set_color(\"red\")\n",
    "ax.axis[\"bottom\"].major_ticklabels.set_color((0,0.5,0))\n",
    "ax.axis[\"left\",\"bottom\"].major_ticklabels.set_visible(False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 75,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "ax=fig.add_axes([0, 0, 1, 1], axes_class=AA.Axes)\n",
    "ax.axis[\"right\"].set_visible(False)\n",
    "ax.axis[\"top\"].set_visible(False)\n",
    "ax.axis[\"left\"].major_ticklabels.set_color(\"red\")\n",
    "ax.axis[\"left\"].toggle(ticks=True,ticklabels=True)\n",
    "ax.axis[\"left\"].toggle(all=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "ax=fig.add_axes([0, 0, 1, 1], axes_class=AA.Axes)\n",
    "ax.axis[\"right\"].set_visible(False)\n",
    "ax.axis[\"top\"].set_visible(False)\n",
    "ax.axis[\"left\"].major_ticklabels.set_color(\"red\")\n",
    "ax.axis[\"left\"].toggle(ticks=True,ticklabels=True)\n",
    "#ax.axis[\"left\"].toggle(all=False)\n",
    "ax.set_ylabel(\"aaa\")\n",
    "ax.axis[\"left\"].toggle(label=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 81,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "ax=fig.add_axes([0, 0, 1, 1], axes_class=AA.Axes)\n",
    "#ax.axis[\"left\"].major_ticklabels.set_color(\"red\")\n",
    "#ax.axis[\"left\"].toggle(ticks=True,ticklabels=True)\n",
    "ax.axis[:].major_ticks.set_color(\"red\")\n",
    "ax.axis[:].major_ticklabels.set_color(\"green\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 124,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "ax=fig.add_axes([0, 0, 1, 1], axes_class=AA.Axes)\n",
    "ax.axis[\"right\"].set_visible(False)\n",
    "ax.axis[\"top\"].set_visible(False)\n",
    "ax.axis[\"left\"].major_ticklabels.set_color(\"red\")\n",
    "\n",
    "ax.set_ylabel(\"ABCDF\")\n",
    "ax.axis[\"left\"].major_ticklabels.set_axis_direction(\"left\") #top bottom right left\n",
    "ax.axis[\"bottom\"].major_ticklabels.set_axis_direction(\"bottom\")\n",
    "ax.axis[\"left\"].label.set_axis_direction(\"top\") #top bottom"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
